What's the answer to this equation??

Question

2x/e^(x⁴) - 1/e^(x²) = 0

explain it with steps please.

Answer 1

Taha, here's your explanation.

2x/e^(x⁴) - 1/e^(x²) = 0

2x/e^(x⁴) = 1/e^(x²)

2x = e^(x⁴) / e^(x²) . . . . . . . . . . . . [multiplying through by e^x⁴

2x = e^(x⁴ - x²) . . . . . . . . . . . . . . . [ when dividing, we can subtract exponents

ln (2x) = x⁴ - x²

ln (2x) = x²(x² - 1)

This equation can't be solved analytically with simple functions.

Could your original equation be incorrectly transcribed?